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Find the sum of the following infinite geometric series, if it exists. 60 + 84 + 117.6 + 164.64 +… 3672 2467 Does not exist 1456
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WAT
1456 is the answer
this series does not converge
How would u even solve something like that
logically, the only way to add up an infinite amount of numbers is for the terms to eventually go to zero
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notice that each term is getting bigger, not smaller
its is a divergent GS and does not converge to a specific sum at infinity
so the answer is it doesnt exist ? sorry im confused
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